Newform data - 18.26.a.g

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 12168, 'analytic_conductor': 71.27942039140379, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [18, 1, [11], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 33759754744, 'field_disc_factorization': [[2, 3], [4219969343, 1]], 'field_poly': [-8439938686, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [65083861857945600, -697960704, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021598200430610, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 2592, 'hecke_ring_index_factorization': [[2, 5], [3, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '18.26.a.g', 'level': 18, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '18.26.a.f', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{12}q^{2}+2^{24}q^{4}+(348980352+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '18.26.a', 'trace_display': [8192, 0, 697960704, -19285401800], 'trace_hash': 427077754183896510, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.037', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.967', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.420', 'prec': 10}, {'__RealLiteral__': 0, 'data': '9.634', 'prec': 14}, {'__RealLiteral__': 0, 'data': '3.279', 'prec': 14}, {'__RealLiteral__': 0, 'data': '66.730', 'prec': 17}], 'trace_zratio': 0, 'traces': [2, 8192, 0, 33554432, 697960704, 0, -19285401800, 137438953472, 0, 2858847043584, -5751609553920, 0, 70123116734020, -78993005772800, 0, 562949953421312, 3138018908355072, 0, 16032704430143632, 11709837490520064, 0, -23558592732856320, 82347408617687040, 0, -239065027141621834, 287224286142545920, 0, -323555351645388800, -2013962822921222400, 0, 7619316290120600632, 2305843009213693952, 0, 12853325448622374912, -32133360361021473792, 0, 37028608192780653100, 65669957345868316672, 0, 47963494361170182144, 146938592047636784640, 0, 535805583457497519760, -96495995833779486720, 0, 337294985698046115840, -158141031290338252800, 0, 3194128149702504821394, -979210351172083032064, 0, 1176470676039868088320, 2986122430128744122112, 0, -8519927219376599384064, -1325282720339512524800, 0, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
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15538836968494229612329285769161669], [-18946408744697676322893376718458332531481930, -75344389856177858569184189565147264], [-30397210170325370543790184935282824203542528, -24701999078748451092605004816562240], [9774510429048825934181369582072924114112000, -37078103740629998698593489616599108], [-23216593384851567721262835942511600663659910, 21650810735700488374417740513362688], [-6016382389628478887498143276977684782037120, 101797882364356428377286634072685015], [-3363652892913249343608693518365940770245120, 155686110507678497223315215638284940], [-36146856991816785475711938080332878846635520, -43169570625345070253474857594913916], [-464631950439988491999361826724766116077320, -161252711744964383350995972326101440], [-13763321887879939874685399311316868052874240, -48396339484986121175129311859003560]], 'char_orbit_index': 1, 'field_poly': [-8439938686, 0, 1], 'hecke_orbit_code': 27021598200430610, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2592], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 2592]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '18.26.a.g', 'level': 18, 'maxp': 2999, 'weight': 26}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [2, 3, 2, 3], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [15, 15, 16, 15], 'Nk2': 12168, 'analytic_conductor': 71.27942039140379, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [18, 1, [11], [1]], 'conrey_index': 1, 'cusp_dim': 71, 'dim': 10, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 436207634, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2], 'label': '18.26.a', 'level': 18, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 79, 'mf_new_dim': 10, 'num_forms': 7, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 78, 'trace_bound': 5, 'trace_display': [0, 0, -581301684, -10429506640], 'traces': [10, 0, 0, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 13792
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '18.26.a.g', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '18.26.a.f', 'target_level': 18, 'twist_class_label': '18.26.a.f', 'twist_class_level': 18, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 26}
  • id: 13793
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '18.26.a.g', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '18.26.a.g', 'target_level': 18, 'twist_class_label': '18.26.a.f', 'twist_class_level': 18, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 73250
    {'charpoly_factorization': [[[-4096, 1], 2]], 'hecke_orbit_code': 27021598200430610, 'p': 2}
  • id: 73251
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 27021598200430610, 'p': 3}
  • id: 73252
    {'charpoly_factorization': [[[65083861857945600, -697960704, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 5}
  • id: 73253
    {'charpoly_factorization': [[[-2752169333221495691504, 19285401800, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 7}
  • id: 73254
    {'charpoly_factorization': [[[-178736232823714706021646336, 5751609553920, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 11}
  • id: 73255
    {'charpoly_factorization': [[[475126283054891166010642564, -70123116734020, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 13}
  • id: 73256
    {'charpoly_factorization': [[[-4052737753384989818648018018304, -3138018908355072, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 17}
  • id: 73257
    {'charpoly_factorization': [[[-33147982592485241635665278020544, -16032704430143632, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 19}
  • id: 73258
    {'charpoly_factorization': [[[-7109117479687710835404870775603200, -82347408617687040, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 23}
  • id: 73259
    {'charpoly_factorization': [[[-9434493509604145838636527309142016, 2013962822921222400, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 29}
  • id: 73260
    {'charpoly_factorization': [[[12671955765855537048550752241200157456, -7619316290120600632, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 31}
  • id: 73261
    {'charpoly_factorization': [[[-933401479789052530294782597303822578204, -37028608192780653100, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 37}
  • id: 73262
    {'charpoly_factorization': [[[-2018955712859399928775138788322107187200, -146938592047636784640, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 41}
  • id: 73263
    {'charpoly_factorization': [[[65963683425971085584190208265985704543296, -535805583457497519760, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 43}
  • id: 73264
    {'charpoly_factorization': [[[-138683782522863950695234871595283169280000, 158141031290338252800, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 47}
  • id: 73265
    {'charpoly_factorization': [[[-5363857637831983542548135312142437166987264, -2986122430128744122112, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 53}
  • id: 73266
    {'charpoly_factorization': [[[1116457974087817809779644313087255303553024, -16633809933319679600640, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 59}
  • id: 73267
    {'charpoly_factorization': [[[111630193095058493540215922062297744545948484, 21662068832355712805156, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 61}
  • id: 73268
    {'charpoly_factorization': [[[-278497576668373918061023574425491248084692736, 49312458230299102656800, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 67}
  • id: 73269
    {'charpoly_factorization': [[[-6669495765119293618419506143655002819761537024, -117781671330903733493760, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 71}
  • id: 73270
    {'charpoly_factorization': [[[949521066636256873671704576735350763176108900, 91539398933240705604500, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 73}
  • id: 73271
    {'charpoly_factorization': [[[-152422597267551849375394848548995529199113237744, -723443878353391849688632, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 79}
  • id: 73272
    {'charpoly_factorization': [[[3231592060699239018462146105658044904262113460224, -3597327275122688007054336, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 83}
  • id: 73273
    {'charpoly_factorization': [[[1373001401376374344582559329277904227299592011776, -4376914692396757392430080, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 89}
  • id: 73274
    {'charpoly_factorization': [[[-43118026813480847409378579927271909143409134120764, 6400951486345201024985060, 1], 1]], 'hecke_orbit_code': 27021598200430610, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '18.26.a.g', 'level': 18, 'portrait': 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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 47051179
    {'hecke_orbit_code': 27021598200430610, 'n': 1, 'trace_an': 2}
  • id: 47051180
    {'hecke_orbit_code': 27021598200430610, 'n': 2, 'trace_an': 8192}
  • id: 47051181
    {'hecke_orbit_code': 27021598200430610, 'n': 3, 'trace_an': 0}
  • id: 47051182
    {'hecke_orbit_code': 27021598200430610, 'n': 4, 'trace_an': 33554432}
  • id: 47051183
    {'hecke_orbit_code': 27021598200430610, 'n': 5, 'trace_an': 697960704}
  • id: 47051184
    {'hecke_orbit_code': 27021598200430610, 'n': 6, 'trace_an': 0}
  • id: 47051185
    {'hecke_orbit_code': 27021598200430610, 'n': 7, 'trace_an': -19285401800}
  • id: 47051186
    {'hecke_orbit_code': 27021598200430610, 'n': 8, 'trace_an': 137438953472}
  • id: 47051187
    {'hecke_orbit_code': 27021598200430610, 'n': 9, 'trace_an': 0}
  • id: 47051188
    {'hecke_orbit_code': 27021598200430610, 'n': 10, 'trace_an': 2858847043584}
  • id: 47051189
    {'hecke_orbit_code': 27021598200430610, 'n': 11, 'trace_an': -5751609553920}
  • id: 47051190
    {'hecke_orbit_code': 27021598200430610, 'n': 12, 'trace_an': 0}
  • id: 47051191
    {'hecke_orbit_code': 27021598200430610, 'n': 13, 'trace_an': 70123116734020}
  • id: 47051192
    {'hecke_orbit_code': 27021598200430610, 'n': 14, 'trace_an': -78993005772800}
  • id: 47051193
    {'hecke_orbit_code': 27021598200430610, 'n': 15, 'trace_an': 0}
  • id: 47051194
    {'hecke_orbit_code': 27021598200430610, 'n': 16, 'trace_an': 562949953421312}
  • id: 47051195
    {'hecke_orbit_code': 27021598200430610, 'n': 17, 'trace_an': 3138018908355072}
  • id: 47051196
    {'hecke_orbit_code': 27021598200430610, 'n': 18, 'trace_an': 0}
  • id: 47051197
    {'hecke_orbit_code': 27021598200430610, 'n': 19, 'trace_an': 16032704430143632}
  • id: 47051198
    {'hecke_orbit_code': 27021598200430610, 'n': 20, 'trace_an': 11709837490520064}
  • id: 47051199
    {'hecke_orbit_code': 27021598200430610, 'n': 21, 'trace_an': 0}
  • id: 47051200
    {'hecke_orbit_code': 27021598200430610, 'n': 22, 'trace_an': -23558592732856320}
  • id: 47051201
    {'hecke_orbit_code': 27021598200430610, 'n': 23, 'trace_an': 82347408617687040}
  • id: 47051202
    {'hecke_orbit_code': 27021598200430610, 'n': 24, 'trace_an': 0}
  • id: 47051203
    {'hecke_orbit_code': 27021598200430610, 'n': 25, 'trace_an': -239065027141621834}
  • id: 47051204
    {'hecke_orbit_code': 27021598200430610, 'n': 26, 'trace_an': 287224286142545920}
  • id: 47051205
    {'hecke_orbit_code': 27021598200430610, 'n': 27, 'trace_an': 0}
  • id: 47051206
    {'hecke_orbit_code': 27021598200430610, 'n': 28, 'trace_an': -323555351645388800}
  • id: 47051207
    {'hecke_orbit_code': 27021598200430610, 'n': 29, 'trace_an': -2013962822921222400}
  • id: 47051208
    {'hecke_orbit_code': 27021598200430610, 'n': 30, 'trace_an': 0}
  • id: 47051209
    {'hecke_orbit_code': 27021598200430610, 'n': 31, 'trace_an': 7619316290120600632}
  • id: 47051210
    {'hecke_orbit_code': 27021598200430610, 'n': 32, 'trace_an': 2305843009213693952}
  • id: 47051211
    {'hecke_orbit_code': 27021598200430610, 'n': 33, 'trace_an': 0}
  • id: 47051212
    {'hecke_orbit_code': 27021598200430610, 'n': 34, 'trace_an': 12853325448622374912}
  • id: 47051213
    {'hecke_orbit_code': 27021598200430610, 'n': 35, 'trace_an': -32133360361021473792}
  • id: 47051214
    {'hecke_orbit_code': 27021598200430610, 'n': 36, 'trace_an': 0}
  • id: 47051215
    {'hecke_orbit_code': 27021598200430610, 'n': 37, 'trace_an': 37028608192780653100}
  • id: 47051216
    {'hecke_orbit_code': 27021598200430610, 'n': 38, 'trace_an': 65669957345868316672}
  • id: 47051217
    {'hecke_orbit_code': 27021598200430610, 'n': 39, 'trace_an': 0}
  • id: 47051218
    {'hecke_orbit_code': 27021598200430610, 'n': 40, 'trace_an': 47963494361170182144}
  • id: 47051219
    {'hecke_orbit_code': 27021598200430610, 'n': 41, 'trace_an': 146938592047636784640}
  • id: 47051220
    {'hecke_orbit_code': 27021598200430610, 'n': 42, 'trace_an': 0}
  • id: 47051221
    {'hecke_orbit_code': 27021598200430610, 'n': 43, 'trace_an': 535805583457497519760}
  • id: 47051222
    {'hecke_orbit_code': 27021598200430610, 'n': 44, 'trace_an': -96495995833779486720}
  • id: 47051223
    {'hecke_orbit_code': 27021598200430610, 'n': 45, 'trace_an': 0}
  • id: 47051224
    {'hecke_orbit_code': 27021598200430610, 'n': 46, 'trace_an': 337294985698046115840}
  • id: 47051225
    {'hecke_orbit_code': 27021598200430610, 'n': 47, 'trace_an': -158141031290338252800}
  • id: 47051226
    {'hecke_orbit_code': 27021598200430610, 'n': 48, 'trace_an': 0}
  • id: 47051227
    {'hecke_orbit_code': 27021598200430610, 'n': 49, 'trace_an': 3194128149702504821394}
  • id: 47051228
    {'hecke_orbit_code': 27021598200430610, 'n': 50, 'trace_an': -979210351172083032064}
  • id: 47051229
    {'hecke_orbit_code': 27021598200430610, 'n': 51, 'trace_an': 0}
  • id: 47051230
    {'hecke_orbit_code': 27021598200430610, 'n': 52, 'trace_an': 1176470676039868088320}
  • id: 47051231
    {'hecke_orbit_code': 27021598200430610, 'n': 53, 'trace_an': 2986122430128744122112}
  • id: 47051232
    {'hecke_orbit_code': 27021598200430610, 'n': 54, 'trace_an': 0}
  • id: 47051233
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  • id: 47051234
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  • id: 47051237
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  • id: 47051239
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  • id: 47051240
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  • id: 47051242
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  • id: 47051245
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  • id: 47051246
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  • id: 47051248
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  • id: 47051249
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  • id: 47051250
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  • id: 47051251
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  • id: 47051254
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  • id: 47051263
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  • id: 47051264
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  • id: 47051268
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  • id: 47051269
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  • id: 47051270
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  • id: 47051271
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  • id: 47051272
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  • id: 47051273
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  • id: 47051274
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  • id: 47051275
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  • id: 47051276
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  • id: 47051277
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  • id: 47051278
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